# !!!performance-id:	pid9074g-12
# !!!title:	        Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:	        1
# !!!date:	        2007/03/31/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Nikita Magaloff
# !!!performance-date:	1978
# !!!label:	        Phillips 426 817/29-2
# !!!label-title:	        Chopin: The Complete Piano Music
# !!!offset:		0
2.338	113.2
2.868	89.6
3.538	89.6
4.208	122.4
4.698	146.3
5.108	84.5
5.818	133.3
6.268	139.5
6.698	136.4
7.138	153.8
7.528	136.4
7.968	98.4
8.578	133.3
9.028	120.0
9.528	82.2
10.258	107.1
10.818	105.3
11.388	111.1
11.928	142.9
12.348	136.4
12.788	90.9
13.448	130.4
13.908	152.3
14.302	137.6
14.738	146.3
15.148	136.4
15.588	122.4
16.078	157.9
16.458	146.3
16.868	130.4
17.328	166.7
17.688	113.2
18.218	107.1
18.778	136.4
19.218	157.9
19.598	146.3
20.008	157.9
20.388	105.3
20.958	100.0
21.558	107.1
22.118	130.4
22.578	146.3
22.988	136.4
23.428	105.6
23.996	89.3
24.668	82.2
25.398	68.2
26.278	71.4
27.118	130.4
27.578	80.0
28.328	101.7
28.918	146.3
29.328	103.4
29.908	120.0
30.408	206.9
30.698	133.3
31.148	111.1
31.688	136.4
32.128	142.9
32.548	176.5
32.888	162.2
33.258	139.5
33.688	146.3
34.098	162.2
34.468	157.9
34.848	125.0
35.328	113.2
35.858	117.6
36.368	142.9
36.788	162.2
37.158	117.4
37.669	100.2
38.268	90.0
38.935	73.9
39.747	90.8
40.408	139.5
40.838	107.1
41.398	139.5
41.828	153.8
42.218	136.4
42.658	100.0
43.258	133.3
43.708	113.2
44.238	157.9
44.618	166.7
44.978	157.9
45.358	146.3
45.768	162.2
46.138	146.3
46.548	117.6
47.058	109.1
47.608	103.4
48.188	76.1
48.976	110.7
49.518	75.9
50.308	69.8
51.168	89.6
51.838	105.3
52.408	113.2
52.938	120.0
53.438	125.0
53.918	122.4
54.408	125.0
54.888	130.4
55.348	127.7
55.818	130.4
56.278	125.0
56.758	133.3
57.208	126.6
57.682	123.5
58.168	127.7
58.638	109.1
59.188	107.3
59.747	92.2
60.398	113.2
60.928	127.7
61.398	127.7
61.868	133.3
62.318	104.2
62.894	84.0
63.608	100.0
64.208	89.6
64.878	107.1
65.438	127.7
65.908	136.4
66.348	125.0
66.828	139.5
67.258	127.7
67.728	146.3
68.138	153.8
68.528	133.3
68.978	90.0
69.645	94.8
70.278	89.7
70.947	101.5
71.538	125.0
72.018	84.2
72.731	87.3
73.418	130.4
73.878	108.9
74.429	129.0
74.894	97.7
75.508	79.7
76.261	91.3
76.918	127.7
77.388	84.5
78.098	96.8
78.718	117.6
79.228	120.0
79.728	133.3
80.178	150.0
80.578	133.3
81.028	136.4
81.468	139.5
81.898	105.8
82.465	112.6
82.998	146.3
83.408	117.6
83.918	141.2
84.343	134.8
84.788	142.9
85.208	139.5
85.638	153.8
86.028	125.0
86.508	109.1
87.058	96.8
87.678	89.2
88.351	90.0
89.018	103.1
89.600	92.6
90.248	120.0
90.748	146.3
91.158	146.3
91.568	120.0
92.068	109.1
92.618	130.4
93.078	150.0
93.478	142.9
93.898	107.1
94.458	117.6
94.968	135.1
95.412	147.8
95.818	136.4
96.258	122.4
96.748	122.4
97.238	67.9
98.122	29.6
100.148	98.2
100.759	72.4
101.588	122.4
102.078	120.0
102.578	107.1
103.138	146.3
103.548	115.4
104.068	74.1
104.878	103.4
105.458	98.4
106.068	84.5
106.778	113.2
107.308	109.1
107.858	115.4
108.378	130.7
108.837	146.0
109.248	142.9
109.668	127.7
110.138	103.4
110.718	100.0
111.318	146.7
111.727	142.5
112.148	153.8
112.538	159.6
112.914	102.0
113.502	114.1
114.028	115.4
114.548	101.7
115.138	101.7
115.728	111.1
116.268	125.0
116.748	146.3
117.158	115.4
117.678	133.3
118.128	101.7
118.718	29.9
120.728	98.4
121.338	127.7
121.808	95.2
122.438	82.2